{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Import required modules\n",
    "import numpy as np\n",
    "from scipy import signal\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "data = np.loadtxt(\"text.txt\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "f = np.fft.fft(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "#     center_freq = 400 + 800 * i \n",
    "#     if i % 2 == 0:\n",
    "#         f[center_freq]= 1e4\n",
    "#         for j in range(1, i):\n",
    "#             f[center_freq - (100 * j)]= 1e4\n",
    "#             f[center_freq + (100 * j)]= 1e4\n",
    "#     else:       \n",
    "#         for j in range(1, i):\n",
    "#             f[center_freq - (100 * j)]= 1e4\n",
    "#             f[center_freq + (100 * j)]= 1e4\n",
    "# f[400] = 1e4\n",
    "\n",
    "# f[1100] = 1e4\n",
    "# f[1300] = 1e4\n",
    "\n",
    "# f[1900] = 1e4\n",
    "# f[2000] = 1e4\n",
    "# f[2100] = 1e4\n",
    "\n",
    "# f[2600] = 1e4\n",
    "# f[2700] = 1e4\n",
    "# f[2900] = 1e4\n",
    "# f[3000] = 1e4\n",
    "\n",
    "\n",
    "# f[3400] = 1e4\n",
    "# f[3500] = 1e4\n",
    "# f[3600] = 1e4\n",
    "# f[3700] = 1e4\n",
    "# f[3800] = 1e4\n",
    "\n",
    "# f[4100] = 1e4\n",
    "# f[4200] = 1e4\n",
    "# f[4300] = 1e4\n",
    "# f[4500] = 1e4\n",
    "# f[4600] = 1e4\n",
    "# f[4700] = 1e4\n",
    "\n",
    "# f[4900] = 1e4\n",
    "# f[5000] = 1e4\n",
    "# f[5100] = 1e4\n",
    "# f[5200] = 1e4\n",
    "# f[5300] = 1e4\n",
    "# f[5400] = 1e4\n",
    "# f[5500] = 1e4\n",
    "\n",
    "# f[5700] = 1e4\n",
    "# f[5800] = 1e4\n",
    "# f[5900] = 1e4\n",
    "# f[6000] = 1e4\n",
    "# f[6050] = 1e4\n",
    "# f[6100] = 1e4\n",
    "# f[6200] = 1e4\n",
    "# f[6300] = 1e4\n",
    "\n",
    "# f[12800-400] = 1e4\n",
    "\n",
    "# f[12800-1100] = 1e4\n",
    "# f[12800-1300] = 1e4\n",
    "\n",
    "# f[12800-1900] = 1e4\n",
    "# f[12800-2000] = 1e4\n",
    "# f[12800-2100] = 1e4\n",
    "\n",
    "# f[12800-2600] = 1e4\n",
    "# f[12800-2700] = 1e4\n",
    "# f[12800-2900] = 1e4\n",
    "# f[12800-3000] = 1e4\n",
    "\n",
    "\n",
    "# f[12800-3400] = 1e4\n",
    "# f[12800-3500] = 1e4\n",
    "# f[12800-3600] = 1e4\n",
    "# f[12800-3700] = 1e4\n",
    "# f[12800-3800] = 1e4\n",
    "\n",
    "# f[12800-4100] = 1e4\n",
    "# f[12800-4200] = 1e4\n",
    "# f[12800-4300] = 1e4\n",
    "# f[12800-4500] = 1e4\n",
    "# f[12800-4600] = 1e4\n",
    "# f[12800-4700] = 1e4\n",
    "\n",
    "# f[12800-4900] = 1e4\n",
    "# f[12800-5000] = 1e4\n",
    "# f[12800-5100] = 1e4\n",
    "# f[12800-5200] = 1e4\n",
    "# f[12800-5300] = 1e4\n",
    "# f[12800-5400] = 1e4\n",
    "# f[12800-5500] = 1e4\n",
    "\n",
    "# f[12800-5700] = 1e4\n",
    "# f[12800-5800] = 1e4\n",
    "# f[12800-5900] = 1e4\n",
    "# f[12800-6000] = 1e4\n",
    "# f[12800-6050] = 1e4\n",
    "# f[12800-6100] = 1e4\n",
    "# f[12800-6200] = 1e4\n",
    "# f[12800-6300] = 1e4\n",
    "def add_rfi(data,channel_num):\n",
    "    freq = np.fft.fft(data)\n",
    "    freq_num = freq.shape[0] // channel_num; # 每个子带有多少点数\n",
    "    for i in range(1,channel_num//2 + 1):\n",
    "        step = freq_num // (i + 1)\n",
    "        for j in range(i):\n",
    "            freq[freq_num * (i-1) + step * (j+1)] = 1e5\n",
    "    return np.fft.ifft(freq)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [],
   "source": [
    "data = np.fft.ifft(f)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [],
   "source": [
    "def gen_filter_coeffs(taps_num,channel_num):\n",
    "    assert (taps_num % channel_num == 0)\n",
    "    # 0.1 * channel_num的过渡带，关于滤波器组中的重叠\n",
    "    coeffs = signal.firwin(taps_num,1 / (channel_num + 0.1 * channel_num))\n",
    "    return coeffs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [],
   "source": [
    "def polyphase_filter(data,filter_coeffs,channel_num):\n",
    "    \n",
    "    assert (len(filter_coeffs) % channel_num == 0)\n",
    "\n",
    "    if(len(data) % channel_num != 0):\n",
    "        # 补零 （也可直接删除）\n",
    "        data = np.concatenate((data,np.zeros(channel_num * (len(data) // channel_num + 1) - len(data))),axis=0)\n",
    "\n",
    "    # 对数据和滤波器系数进行抽取和重配\n",
    "    data = data.reshape(-1,channel_num).T\n",
    "    data = np.vstack((data[0],np.flip(data[1:],axis=0)))  #除了第一行数据，其余水平翻转\n",
    "    filter_coeffs = filter_coeffs.reshape(-1,channel_num).T\n",
    "\n",
    "    # 采样左补零的方式进行滤波,每组数的个数等于 data.shape[1] - filter_coeffs.shape[1] + 1\n",
    "    data = np.concatenate((np.zeros((channel_num,filter_coeffs.shape[1]-1)),data),axis=1)\n",
    "    # np.zeros((channel_num,filter_coeffs.shape[1]-1))  channel_num行、filter_coeffs[1]-1 列的矩阵\n",
    "    fdata = np.zeros((channel_num,data.shape[1] - filter_coeffs.shape[1] + 1),dtype=complex) #复数\n",
    "    filter_coeffs = np.flip(filter_coeffs,axis=1)  # 垂直翻转\n",
    "\n",
    "    # 卷积运算\n",
    "    for i in range(fdata.shape[1]):\n",
    "        temp = data[:,i:i+filter_coeffs.shape[1]] * filter_coeffs\n",
    "        fdata[:,i] = temp.sum(axis=1)\n",
    "    # 过滤之后，添加0调整每个流\n",
    "    fdata = np.asarray([np.append(fdata[i],0) if i==0 else np.insert(fdata[i], 0, 0) for i in range(channel_num)])\n",
    "        \n",
    "    out = np.fft.ifft(fdata,axis=0)\n",
    "\n",
    "    return out"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [],
   "source": [
    "coeffs = gen_filter_coeffs(12800,8)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [],
   "source": [
    "freq = polyphase_filter(data,coeffs,8)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x1ddad8be308>]"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1440x720 with 4 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig,subs=plt.subplots(2,2,figsize=(20,10))\n",
    "# subs[0][0].plot(np.abs(np.fft.fft(freq[0])))\n",
    "subs[0][0].plot(np.fft.fftshift(np.abs(np.fft.fft(freq[0]))))\n",
    "subs[0][1].plot(np.fft.fftshift(np.abs(np.fft.fft(freq[1]))))\n",
    "subs[1][0].plot(np.fft.fftshift(np.abs(np.fft.fft(freq[2]))))\n",
    "subs[1][1].plot(np.fft.fftshift(np.abs(np.fft.fft(freq[3]))))\n",
    "# subs[2][1].plot(np.abs(np.fft.fft(freq[5])))\n",
    "# subs[3][0].plot(np.abs(np.fft.fft(freq[6])))\n",
    "# subs[3][1].plot(np.abs(np.fft.fft(freq[7])))\n",
    "# subs[4][0].plot(np.abs(np.fft.fft(freq[8])))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "d:\\install\\Python37\\lib\\site-packages\\numpy\\fft\\_pocketfft.py:70: ComplexWarning: Casting complex values to real discards the imaginary part\n",
      "  r = pfi.execute(a, is_real, is_forward, fct)\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x1ddad9fcc48>]"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1440x576 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(20,8))\n",
    "plt.xticks(np.arange(0,6400+100,1600))\n",
    "plt.ylim(-200,10000)\n",
    "# plt.figure(figsize=(30,10))\n",
    "# plt.axvline(800,color='red',linewidth=3.0)\n",
    "# plt.axvline(1600,color='red',linewidth=3.0)\n",
    "# plt.axvline(2400,color='red',linewidth=3.0)\n",
    "# plt.axvline(3200,color='red',linewidth=3.0)\n",
    "# plt.axvline(4000,color='red',linewidth=3.0)\n",
    "# plt.axvline(4800,color='red',linewidth=3.0)\n",
    "# plt.axvline(5600,color='red',linewidth=3.0)\n",
    "# plt.axvline(6400,color='red',linewidth=3.0)\n",
    "\n",
    "plt.plot(np.abs(np.fft.rfft(data)))"
   ]
  }
 ],
 "metadata": {
  "interpreter": {
   "hash": "41c6a08f9b41df64a5d40f067b3b7bce4bd1b4e0f32e963cfceedf2d6c2ba1e8"
  },
  "kernelspec": {
   "display_name": "Python 3.7.4 64-bit",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.4"
  },
  "orig_nbformat": 4
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
